In a certain mass spectrometer, the magnetic field has a magnitude of 0.2 T. It is intended that this spectrometer be used to separate two isotopes of Uranium, U235 (mass=3.90×10−25 kg) and U238 (mass=3.95×10−25 kg). In order to be separate the radii of curvature described by singly charged (charge+e) ions must differ by 2 mm. What will be the electric potential through which the ions must be accelerated in order to achieve this.

In a certain mass spectrometer, the magnetic field has a magnitude of

1.	In a certain mass spectrometer, the magnetic field has a magnitude of 0.2 T. It is intended that this spectrometer be used to separate two isotopes of Uranium, U235 (mass=3.90×10−25 kg) and U238 (mass=3.95×10−25 kg). In order to be separate the radii of curvature described by singly charged (charge+e) ions must differ by 2 mm. What will be the electric potential through which the ions must be accelerated in order to achieve this.
Answer» In a certain mass spectrometer, the magnetic field has a magnitude of $0.2 T$ . It is intended that this spectrometer be used to separate two isotopes of Uranium, $U_{235}$ $($ mass $= 3.90 \times 10^{- 25} kg)$ and $U_{238}$ $($ mass $= 3.95 \times 10^{- 25} kg)$ . In order to be separate the radii of curvature described by singly charged $($ charge $+ e)$ ions must differ by $2 mm$ . What will be the electric potential through which the ions must be accelerated in order to achieve this.

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